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Jim had 
$2040 and John had 
$520. After each of them received an equal amo of money, Jim had 3 times as much money as John. How much did each receive?
Ans:
If she buys 3 vases and 5 pots, she will ha pots, she will have 
$4 left. If each vase cos

Jim had $2040 \$ 2040 and John had $520 \$ 520 . After each of them received an equal amo of money, Jim had 33 times as much money as John. How much did each receive?\newlineAns:\newlineIf she buys 33 vases and 55 pots, she will ha pots, she will have $4 \$ 4 left. If each vase cos

Full solution

Q. Jim had $2040 \$ 2040 and John had $520 \$ 520 . After each of them received an equal amo of money, Jim had 33 times as much money as John. How much did each receive?\newlineAns:\newlineIf she buys 33 vases and 55 pots, she will ha pots, she will have $4 \$ 4 left. If each vase cos
  1. Solve the equation: Now, let's solve the equation:\newline2040+x=3(520+x)2040 + x = 3(520 + x)\newline2040+x=1560+3x2040 + x = 1560 + 3x\newlineSubtract 15601560 from both sides:\newline20401560=3xx2040 - 1560 = 3x - x\newline480=2x480 = 2x
  2. Subtract and simplify: Divide both sides by 22 to find x:\newline$480/2=x\$480 / 2 = x\newlinex = $240\$240